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Entropy Generation in Magneto-Casson Nanofluid Flow Along an Inclined Stretching Sheet Under Porous Medium with Activation Energy and Variable Heat Source/Sink

机译:熵代Magneto-Casson Nanofluid流在一个斜拉伸下表多孔介质与活化能和变量热源/水槽

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摘要

The current paper deals with the study of magneto-convective and chemically reactive Casson nanofluid flow along an inclined permeable stretching surface embedded in a fluid-saturated uniform porous medium. As a novelty of the work, entropy generation analysis in the presence of multiple slips at the surface and a nonuniform heat source/sink is carried out. Moreover, viscous dissipation, Arrhenius activation energy, Joule dissipation and thermal radiation are included in the investigation. To the best of authors' knowledge, no such study on Casson nanofluid is reported yet in the literature. Dimensionless similarity transformations have been introduced to convert the regulating model PDEs into ODEs in dimensionless form. As the model equations are highly nonlinear in nature, shooting technique based on the Runge-Kutta Cash-Karp method is used to solve those equations numerically. The updated values of the initial guesses are computed with the help of secant iteration. Profiles for fluid velocity, temperature, nanoparticle concentration and entropy generation have been drawn to explain the impacts of several important parameters on momentum, thermal and mass fields. However, the surface drag force, heat and mass transport rates at the solid wall are illustrated using numerical data displayed in tabular form. Also, a linear regression model is derived for the local Nusselt number and the related physical parameters. Moreover, a comparison table is presented to confirm the correctness of the obtained results. A fantastic correlation of the present results with the existing results is reported. Graphical results reveal that for the rising values of the angle of inclination parameter and magnetic parameter velocity profiles are declined, but for the growing values of Eckert number and thermal radiation parameter temperature profiles are enhanced.
机译:目前纸处理的研究magneto-convective和化学活性卡森nanofluid流在一个倾向于渗透拉伸表面嵌入的流体统一的多孔介质。熵的一代的分析多个滑面和非均匀热源/水槽。粘性耗散,阿伦尼乌斯活化能,焦耳耗散和热辐射包括在调查。作者的知识,卡森没有这样的研究nanofluid在文献报告。无量纲相似转换有介绍了将调节模型pde成无量纲形式的常微分方程。模型方程在本质上是高度非线性的,拍摄技术基于龙格-库塔Cash-Karp方法用于解决这些方程数值。猜测与sec的帮助下计算迭代。温度,纳米颗粒浓度和熵代来解释影响的几个重要参数动量、热量和质量领域。表面阻力,热量和质量输运率在实心墙用数值数据显示在表格形式。回归模型是当地努塞尔特派生的数量和相关的物理参数。此外,提出了比较表确认结果的正确性。一个奇妙的相关性的结果与现有的结果报道。结果表明,上升的值倾角参数和磁参数速度概要文件拒绝,但对于埃克特数和热的成长值辐射温度参数配置文件增强。

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